Dynamics of a Complex Spatially Distributed Hutchinson Equation
In the article the complex Hutchinson equation is studied. New results on numerically observable space-inhomogenious solutions are obtained.
D. S. Glyzin, S. A. Kaschenko
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Spatially inhomogeneous periodic solutions in the Hutchinson equation with distributed saturation
The asymptotics of spatially inhomogeneous periodic solutions of a complex spatially distributed Hutchinson equation with periodic boundary conditions are presented. It is shown that such solutions are not observed in a numerical experiment.
D. S. Glyzin +2 more
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Spatially Inhomogeneous Periodic Solutions in a Distributed Hutchinson’s Equation
The asymptotics of spatially inhomogeneous periodic solutions of the complex spatially distributed Hutchinson equation with periodic boundary conditions are presented. It is shown that such solutions are observable in a numerical experiment.
Sergey D. Glyzin +2 more
openaire +4 more sources
Spatially inhomogeneous periodic solutions in distributed Hutchinson equation
The asymptotics of spatially inhomogeneous periodic solutions of the complex spatially distributed Hutchinson equation with periodic boundary conditions are presented. It is shown that such solutions are observable in a numerical experiment.
D. S. Glyzin +2 more
doaj +1 more source
Serum-based biomarker development for dietary macronutrient densities and their association with breast and colorectal cancer risk in a cohort of postmenopausal females. [PDF]
Prentice RL +11 more
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Competitive Meso-Damage Model Dependent on Stress State for Advanced High-Strength Steels. [PDF]
Zhu H, Li D, Liu J, Ding J, Xu W.
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Inferring variant-specific effective reproduction numbers from combined case and sequencing data. [PDF]
Figgins MD, Bedford T.
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From ADHD symptoms to parental stress: The roles of functional impairment, family functioning, and parental ADHD. [PDF]
Jongrakthanakij N +7 more
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Feasibility and reliability of pressure algometry for mechanical nociceptive threshold quantification in lambs in a field environment. [PDF]
Johnston CH +4 more
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Distributed human-water relationship model based on the "four processes" of the human-water system. [PDF]
Zuo Q, Li J, Ma J, Wu Q, Ji Y, Tian J.
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